RESEARCH ARTICLE

Activated carbon induced oxygen vacancies-engineered nickel ferrite with enhanced conductivity for supercapacitor application

  • Xicheng Gao ,
  • Jianqiang Bi ,
  • Linjie Meng ,
  • Lulin Xie ,
  • Chen Liu
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  • Key Laboratory for Liquid-Solid Structural Evolution and Processing of Materials (Ministry of Education), School of Materials Science and Engineering, Shandong University, Jinan 250061, China
bjq1969@163.com

Received date: 10 May 2023

Accepted date: 30 Jun 2023

Published date: 15 Dec 2023

Copyright

2023 Higher Education Press

Abstract

NiFe2O4 is a kind of bimetallic oxide possessing excellent theoretical capacity and application prospect in the field of supercapacitors. Whereas, due to the inherent poor conductivity of metal oxides, the performance of NiFe2O4 is not ideal in practice. Oxygen vacancies can not only enhance the conductivities of NiFe2O4 but also provide better adsorption of OH, which is beneficial to the electrochemical performances. Hence, oxygen vacancies engineered NiFe2O4 (NiFe2O4‒δ) is obtained through a two-step method, including a hydrothermal reaction and a further heat treatment in activated carbon bed. Results of electron paramagnetic resonance spectra indicate that more oxygen vacancies exist in the treated NiFe2O4‒δ than the original one. UV-Vis diffuse reflectance spectra prove that the treated NiFe2O4‒δ owns better conductivity than the original NiFe2O4. As for the electrochemical performances, the treated NiFe2O4‒δ performs a high specific capacitance of 808.02 F∙g‒1 at 1 A∙g‒1. Moreover, the asymmetric supercapacitor of NiFe2O4‒δ//active carbon displays a high energy density of 17.7 Wh∙kg‒1 at the power density of 375 W∙kg‒1. This work gives an effective way to improve the conductivity of metal oxides, which is beneficial to the application of metal oxides in supercapacitors.

Cite this article

Xicheng Gao , Jianqiang Bi , Linjie Meng , Lulin Xie , Chen Liu . Activated carbon induced oxygen vacancies-engineered nickel ferrite with enhanced conductivity for supercapacitor application[J]. Frontiers of Chemical Science and Engineering, 2023 , 17(12) : 2088 -2100 . DOI: 10.1007/s11705-023-2352-6

1 Introduction

With the evolution of electronic industry, portable energy storage devices with high efficiency have developed into a promising direction in the energy field [1]. Among all the energy storage devices, researchers attach more and more importance to supercapacitors due to their excellent performances of rapid charge–discharge rate, high power density and stable cyclic charge–discharge ability [2]. In general, two kinds of energy storage mechanism exist in the storage process of supercapacitors. One is regarded as double-layer storage mechanism, which utilizes the charge accretion in the interface of electrode and electrolyte to storage energy. The other one is considered to be pseudocapacitance storage mechanism, relying on the reversible chemical adsorption–desorption or redox reaction to reserve energy [3].
As the pivotal component of supercapacitors, electrode materials have been invested a large amount of vigor. Typically, electrode materials can be divided into carbon based materials [4,5], metal oxides [6,7] and conducting polymer [8,9]. Thereinto, metal oxides possess broad potential application prospects due to their high theoretical energy density, while the practical applications are limited by their low conductivity. Zhou et al. [10] prepared ultra-small Fe2O3 nanodots skillfully integrated on reduced graphene oxide (rGO) sheets by a deposition method. The specific capacitance could arrive at 734.2 C∙g‒1 at the current density of 2 A∙g‒1 and maintain 77.9% at 20 A∙g‒1. Meanwhile, they also proved that without the addition of rGO, the specific capacitance of Fe2O3 nanoparticles could only retain 15.8% at 20 A∙g‒1. In another research, interconnected NiS/Co3S4 nanosheets grown on Fe2O3 substrate were synthesized by Guo et al. [11] through a facile in situ solution vulcanization process. The obtained materials exhibited awesome specific capacitance of 1213.7 F∙g‒1 at the current density of 1 A∙g‒1, while it decreased rapidly to 785.5 F∙g‒1 at the current density of 10 A∙g‒1. Only 64.7% capacity could retain. The low conductivity has been demonstrated to be the main factor to restrict the practical utilization of metal oxides.
Comparatively speaking, bimetallic spinel structure oxides perform a decent electronic conductivity compared with monometallic oxides due to the existence of abundant metal ions with different valences. Meanwhile, the synergistic effect between different metal ions leads to a higher energy capacity. Therein, NiFe2O4 attracts lots of researchers’ attention. NiFe2O4 is a kind of inverse spinel structure material, in which half of iron ions occupy the tetrahedral sites and nickel ions together with the other half of iron ions take up the octahedral sites. Redox pairs of Ni2+/Ni3+ and Fe2+/Fe3+ serve as active sites for rapid and reversible redox reactions [12]. Mordina et al. [13] designed an extremely stable hybrid supercapacitor employing binder free NiFe2O4 as the positive electrode and activated carbon as the negative electrode. An innovative surfactant-assisted co-precipitation method was used to prepare the Ni-foam/ NiFe2O4 positive electrode. Results showed that specific capacity of 398 C∙g‒1 at 1 A∙g‒1 was achieved, while it declined to 42 C∙g‒1 at 20 A∙g‒1. Poor conductivity is still the most significant restriction for NiFe2O4, and combining with carbon materials has been proved to be an efficient way to solve the problem. Yu et al. [14] fabricated NiFe2O4 nanoparticles coated on carbon cloth for stable and high-performance flexible supercapacitors, the specific capacitance of which could maintain 80% as the current density increasing from 2 to 100 mA∙cm‒2.
In addition to the above-mentioned method, it is also important to improve NiFe2O4’s own electrical conductivity. As a typical spinel structure oxide, the conductive mechanism of NiFe2O4 can be explicated by small polaron-hopping model [15]. It has been proposed that the electron conduction of spinel is due to charge transfer between cations with different valences in octahedral sites [16]. Therefore, adjusting the ratio of Fe2+ and Fe3+ ions in the NiFe2O4 is considered to benefit the electrochemical properties, which can be achieved through forming abundant oxygen vacancy. Zhang et al. [17] produced MnO2 with rich bulk oxygen vacancies by a complex induced chemical precipitation method. The obtained material performed enhanced charge transfer kinetics and was used for supercapacitor. A high specific capacitive retention of 78% was achieved with the increasing current density from 1 to 20 A∙g‒1, exhibiting well-improved electrical conductivity. Besides, oxygen vacancies can not only improve the conductivity of metal oxides but also provide better adsorption of OH in the process of charging–discharging, which can enhance the kinetics of surface reactions [18]. Ferreira et al. [19] synthesized Fe-based spinels with abundant oxygen vacancies by a proteic sol-gel method. Excellent electrochemical performances of CuFe2O4 (183 C∙g‒1 at 0.5 A∙g‒1 and capacity retention of 98% over 1000 charge–discharge cycles) is attributed to the increased concentration of oxygen vacancies.
Here, oxygen vacancies-engineered NiFe2O4 (NiFe2O4‒δ) with enhanced conductivity was obtained through a two-step method, including a hydrothermal reaction and a further heat treatment in activated carbon bed. Compared to strategies using reducing agents to introduce oxygen vacancies, this method has many advantages like simplicity, low cost, mass production and environmental friendliness. Compared to the original NiFe2O4, the treated NiFe2O4‒δ owned a narrower band gap, which was a valid evidence for the enhanced conductivity after heat treatment in activated carbon bed. Besides, the treated NiFe2O4‒δ performed a high specific capacitance of 808.02 F∙g‒1 at the current density of 1 A∙g‒1, much higher than 219.57 F∙g‒1 of the original NiFe2O4. Moreover, the asymmetric supercapacitor (ASC) composed of NiFe2O4‒δ positive electrode and active carbon negative electrode showed an excellent capacity retention of 98.7% after 5000 cycles. All the attractive results prove that the heat treatment process in activated carbon bed is beneficial to improve the conductivity of NiFe2O4, which is conducive to the electrochemical performance as a supercapacitor electrode material.

2 Experimental details

2.1 Preparation of NiFe2O4

First, 0.891 g NiCl2·6H2O, 2.027 g FeCl3·6H2O, 0.793 g glucose and 1.5 g urea were put into a beaker. Then 50 mL deionized water was poured into the beaker and mixed onto a magnetic stirring apparatus at 600 r·min−1 for 1 h. Then the well-mixed aqueous solution was poured into an autoclave and heated to 120 °C for 10 h. When the autoclave was naturally cooled to room temperature, the NiFe2O4 precursor was washed and collected through suction filtration. Finally, the NiFe2O4 was garnered in a muffle furnace at 300 °C for 3 h.

2.2 Preparation of oxygen vacancies-engineered NiFe2O4

Oxygen vacancies-engineered NiFe2O4 (NiFe2O4‒δ) was obtained by a further heat treatment in activated carbon bed. Firstly, 0.5 g obtained NiFe2O4 and 0.2 g activated carbon were mixed in an agate mortar through a 30-minute-grinding. Next the well-mixed powders were transferred to an alumina crucible and heated in a tube furnace at 500 °C for 3 h with Ar atmosphere. Finally, NiFe2O4‒δ powders were gathered through a heat treatment at 500 °C for 5 h in air. The schematic diagram for synthesis of NiFe2O4‒δ is shown in .
Scheme1 The schematic diagram for synthesis of NiFe2O4‒δ.

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2.3 Materials characterizations

The surface morphological characterizations and elements distributions of the obtained samples were observed by field emission scanning electron microscope with energy-dispersive spectroscopy (FESEM/EDS, JSM-7800F, JEOL Co., Japan) and field emission transmission electron microscope (TEM, JEM-2100F, JEOL Co., Japan). The phase characterization was analyzed by X-ray diffraction within the scan angle (2θ) range of 10°–90° (XRD, D/max-2500/PC, Rigaku Co., Japan). The chemical states were characterized using X-ray photoelectron spectroscopy (XPS, AXIS Supra, Shimadzu Co., Japan). The optical properties were characterized using a UV-Vis spectrophotometer (UV-Vis, Tu-1901, Purkinje General Co., China). The specific surface areas and pore size distributions were analyzed through N2 adsorption/desorption isotherms by Brunauer–Emmett–Teller method (ASAP 2460, Micromeritics Co., USA). The functional groups were investigated by Fourier transform infrared spectroscopy (FTIR) in the range of 400–3000 cm‒1 (Nicolet iS50, Thermo Scientific Co., USA). The oxygen vacancies were analyzed through electron paramagnetic resonance (EPR, A300, Bruker, Germany) in the range of 3200–3800 gauss. The conductivities were investigated by a four-point probe combined with a Keithley 2400C source meter unit.

2.4 Electrochemical measurements

Electrochemical properties of the as-prepared NiFe2O4 and NiFe2O4‒δ were analyzed by a CHI660E electrochemical station (Shanghai CH Instruments Co., China). In a three-electrode test system, nickel foam was utilized as the current collector of working electrode after 20 minutes’ ultrasonic pretreatment in the order of 2 mol·L−1 HCl, acetone and ethanol, respectively. Electrode materials consisted of 80 wt % obtained NiFe2O4 or NiFe2O4‒δ, 10 wt % carbon black and 10 wt % polyvinylidene difluoride. After 6 hours’ stirring and dispersing in 1-methyl-2-pyrrolidinone, the obtained mixture was coated on the treated nickel foam uniformly, used as the working electrode. The mass loadings of electrode materials are about 1.5 mg. An 1 cm × 1 cm Pt electrode was utilized as the counter electrode. A standard saturated Ag/AgCl electrode with a salt bridge filled with 3 mol·L−1 KCl aqueous solution was employed to be reference electrode. KOH aqueous solution (1 mol·L−1) was utilized as the electrolyte. Specific capacitance (C) was obtained by Eq. (1) to galvanostatic charge–discharge (GCD) curves:
C=ΔQ/ΔV=0tIdt/(mΔV)=IΔt/(mΔV),
where I is the current (A), Δt is the discharging time (s), m is the coating mass (g), and ΔV is the voltage window (V).
ASCs were also assembled to demonstrate the practical performance of the as-prepared materials. In this device, copper foil was used as the current collector. The positive and negative electrode materials are the mixture of NiFe2O4‒δ and activated carbon as 80 wt % materials, respectively. The mass loadings of positive and negative electrodes are confirmed through Eq. (2):
m+C+ΔV+=mCΔV,
where m+ and m are mass loadings of positive and negative electrodes, C+ and C are specific capacitances of positive and negative electrode materials, and ΔV+ and ΔV are potential windows of the two electrodes, respectively.
Energy density (E) and power density (P) were obtained according to Eqs. (3) and (4) on the basis of GCD tests of ASCs:
E=CΔV2/7.2,
P=3600E/Δt,
where ΔV is potential (V), P is power density (W∙kg‒1), and Δt is the discharging time (s).

3 Results and discussion

Supercapacitor is a kind of energy storage device relying on the contact area between electrode materials’ surfaces and electrolyte accumulating energy [20]. Hence, micromorphology of the materials plays an important role in the energy storage process. Fig.1 shows SEM and TEM images of the NiFe2O4 sample synthesized through hydrothermal method and the post-processing NiFe2O4‒δ obtained by heat treatment in activated carbon bed. Fig.1(a)–Fig.1(d) show SEM images of NiFe2O4 and NiFe2O4‒δ. In addition, oxygen vacancies-engineered NiFe2O4 treated with different heat treatment temperatures and masses of activated carbon are shown in Fig. S1 (cf. Electronic Supplementary Material, ESM). As seen from Fig.1(a) and Fig.1(b), NiFe2O4 synthesized by hydrothermal method grows into nanosheets. The NiFe2O4 nanosheets’ lateral sizes are measured to be about 400–600 nm, while the longitudinal sizes are proved to be approximately 5–10 nm. After heat treatment in activated carbon bed, lateral sizes of NiFe2O4‒δ reduce obviously, shown in Fig.1(c) and Fig.1(d). About 100–200 nm wide × 5–10 nm thick nanosheets appear after heat treatment. In the heat treatment process, activated carbon reacts with surface oxygen of NiFe2O4, which may lead to the surface break-up and form nanosheets with small lateral sizes. Smaller nanosheets possess higher specific surface areas, which can greatly increase the contact area with electrolyte and further enhance the energy storage property [21]. In addition, nanosheets have been proved to perform better than nanoparticles in the application of supercapacitor due to their high specific surface and anti-agglomeration [22]. Lattice structures of NiFe2O4 and NiFe2O4‒δ are analyzed by TEM. Fig.1(e) and Fig.1(f) show the high-resolution TEM images of NiFe2O4 and NiFe2O4‒δ. It can be seen that d-spacing of the (311) lattice plane does not change distinctly, which can prove that the crystal structure of NiFe2O4‒δ does not change after heat treatment.
Fig.1 SEM images of (a, b) the original NiFe2O4 and (c, d) the treated NiFe2O4‒δ; TEM images and selected area electron diffraction (SAED) patterns of (e) the original NiFe2O4 and (f) the treated NiFe2O4‒δ.

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Fig.2 shows some characterizations for phase composition and structure of NiFe2O4 and NiFe2O4‒δ. In order to verify the components of the original NiFe2O4 and the treated NiFe2O4‒δ, XRD results are carefully analyzed. Fig.2(a) shows the XRD patterns of the original NiFe2O4 and the NiFe2O4‒δ. As can be seen, both samples own distinct peaks corresponding to the standard NiFe2O4 sample (JCPDS 86-2267). Peaks located in 18.4°, 30.3°, 35.7°, 37.3°, 43.4°, 71.5°, 74.6° and 79.6° can match the diffraction peaks of (111), (220), (311), (222), (400), (620), (533) and (444) crystal planes, respectively. Whereas, compared with the original NiFe2O4 sample, NiFe2O4‒δ performs better crystallinity. That is because of the higher heat treatment temperature. Meanwhile, an obvious peak of Fe2O3 presents in the pattern of original NiFe2O4 sample, which appears at 33.2° and is consistent with (104) plane (JCPDS 89-8104). The phenomenon may be caused by the insufficient heat treatment temperature. Here, reference intensity ratio method is used to calculate the phase contents of Fe2O3, showing in ESM. Results show that mass ratio of Fe2O3 is about 8%. The relatively low content does not have a large effect on the electrochemical performance of original NiFe2O4 sample. In addition, influences of heat treatment temperatures and masses of activated carbon on phases are shown in Fig. S2 (cf. ESM).
Fig.2 (a) XRD patterns, (b) FTIR patterns, (c) N2 adsorption and desorption curves and pore size distributions, (d) EPR spectra, (e) UV-Vis diffuse reflectance spectra, and (f) [F(R)hv]2 vs. photon energy plots of the original NiFe2O4 and the treated NiFe2O4‒δ.

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Fig.2(b) displays FTIR patterns of the original NiFe2O4 and the obtained NiFe2O4‒δ. Two apparent peaks at the range of 400–600 cm‒1 appear in both samples. Comparing FTIR characteristic peak data, it can be found that the strong absorption peak at a range of 404–410 cm‒1 can match the intrinsic stretching vibration of metal atoms in octahedral site (Moh↔O), while the peak at 589–601 cm‒1 corresponds to intrinsic stretching vibration of metal atoms in tetrahedral site (Mtd↔O) [12,23]. Whereas, comparing the absorption peak positions of the two samples, it can be found that a slightly shift appears after heat treatment with activated carbon, as shown in the inset. Heat treatment with activated carbon can generate a large number of oxygen vacancy defects, which may change the bond length of M↔O, further influence the absorption peak positions [24]. FTIR patterns of the original NiFe2O4 and oxygen vacancies-engineered NiFe2O4 heat-treated at 500 °C with different masses of activated carbon are shown in Fig. S3 (cf. ESM).
Specific surface area has been proved to be a key factor which may influence the energy storage property of electrode materials [25]. A large specific surface area leads to a fully contact between electrode material and the electrolyte. Hence, N2 adsorption and desorption measurements of the original NiFe2O4 and the obtained NiFe2O4‒δ are analyzed. Results show that NiFe2O4‒δ performs a larger specific surface area compared with NiFe2O4 (48.18 vs. 28.88 m2∙g‒1), which may be caused by the size reduction of nanosheets during the heat treatment processing with activated carbon. This is consistent with the results obtained from the previous SEM images. As we can see in Fig.2(c), both samples own obvious characteristics of mesoporous materials in the adsorption and desorption curves. Besides, the pore size distribution of the two samples is performed in inset of Fig.2(c). Average pore diameters of the NiFe2O4 and NiFe2O4‒δ are 18.69 and 19.93 nm, respectively, evidencing that both samples belong to mesoporous materials.
In order to confirm the existence of oxygen vacancies and compare their contents in the original NiFe2O4 and the treated NiFe2O4‒δ, EPR spectra are exploited. As shown in Fig.2(d), an obvious signal appears at the g value of 2.003 for the two samples, indicating the appearance of oxygen vacancies [26]. In addition, the spectrum of the treated NiFe2O4‒δ shows a higher intensity than that of the original sample. This can provide a convincing evidence to prove the increasing of oxygen vacancies in NiFe2O4 after heat treatment in activated carbon bed. The mechanism for introducing oxygen vacancies by this method can be divided into two steps. Firstly, activated carbon reacts with oxygen atoms at the surface of NiFe2O4, forming surface oxygen vacancies. Next, oxygen atoms in the bulk NiFe2O4 diffuse to the surface while surface oxygen vacancies diffuse to the bulk phase, leading to the formation of abundant oxygen vacancies.
Spectral characteristics of the original NiFe2O4 and the treated NiFe2O4‒δ are studied through UV-Vis diffuse reflectance spectroscopy in the wavelength range of 250–850 nm. As we can see from Fig.2(e), the strong absorption peak appears at wavelengths of around 750 nm for both samples, which is the characteristic peak of NiFe2O4 [27]. Optical band gap (Eg) of the two samples are calculated by the Tauc’s equation, as given below:
F(R)=(1R)2/2R,
(αhv)1/n=A(hvEg),
where R is the obtained reflectivity, α is the absorbance coefficient which is proportional to F(R), hv is the light energy, n is a constant depend on the electronic properties of material, and A is a constant. Generally, n = 1/2 is considered as direct transition while n = 2 is considered as indirect transition [28].
The Eg values of NiFe2O4 and NiFe2O4‒δ are obtained from the intercept on x-axis of the fitted lines of near-straight portion on the [F(R)hv]2 vs. photon energy plots, as shown in Fig.2(f). It can be obviously seen that the treated NiFe2O4‒δ owns a narrower direct band gap (1.97 eV) compared with the original NiFe2O4 (2.07 eV). This proves that the samples after heat treatment with activated carbon have better conductivity, which is beneficial to the energy storage properties [29]. In order to verify the improvement of material conductivity, four-point probe technique is utilized. Results show that the resistance of NiFe2O4‒δ is 184.1 MΩ, while an overflow error occurs for NiFe2O4 (the maximum resistance value is 200 MΩ). According to the obtained resistance, calculated conductivities of NiFe2O4‒δ and NiFe2O4 are 6.79 × 10‒8 and 6.25 × 10‒8 S∙cm‒1, respectively. Reason of the increase of conductivity is deemed to be caused by the production of plentiful oxygen vacancies. Researches show that an important conduction mechanism of NiFe2O4 can be supposed as the electrons hopping between the same metal elements with different valences, known as the small-polaron hopping model [30,31]. The appearance of oxygen vacancies will inevitably lead to the change of the valence state of metal elements in the sample, leading to the mass production of Fe2+/Fe3+. The presence of abundant Fe2+/Fe3+ pairs is believed to benefit the electron conduction of the samples, leading to excellent electrochemical performances.
In order to analyze the element valence distribution of Ni, Fe and O in the original NiFe2O4 and the treated NiFe2O4‒δ, XPS spectra are obtained, as shown in Fig.3. Fig.3(a) shows the wide-scan XPS patterns of the two samples. It can be seen that typical peaks of Ni, Fe and O appear in both samples, indicating the successfully synthesis of NiFe2O4. The molar ratios of Fe/O for the two samples are calculated using Eq. (7):
Fig.3 (a) Wide-scan XPS patterns; deconvolutions of (b) Ni 2p, (c) Fe 2p and (d) O 1s for the original NiFe2O4 and the treated NiFe2O4‒δ.

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n1/n2=(I1/S1)/(I2/S2),
where n1/n2 is the molar ratio, I is the elemental peak area integration, and S is the sensitivity factor.
Results show that molar ratio of Fe/O in the original NiFe2O4 is 0.531, smaller than 0.589 of the treated NiFe2O4‒δ. This can demonstrate the reduction of O content in the treated sample, that is, the increase of oxygen vacancies.
The distributions and valance states of Ni, Fe and O in the two samples are analyzed by deconvolutions of these peaks utilizing Gaussian fitting. Fig.3(b)–3(d) detail the deconvolutions of Ni, Fe and O, respectively. As shown in Fig.3(b), two peaks located at binding energy of 854.7 and 856.0 eV form the Ni 2p3/2, representing Ni2+ in the octahedral voids and tetrahedral voids, respectively. Moreover, the corresponding peaks at 872.2 and 873.5 eV compose the Ni 2p1/2. In addition, two peaks at 861.4 and 879.2 eV are considered as satellite peaks of Ni 2p3/2 and Ni 2p1/2, respectively [32].
From Fig.3(c), the peak of Fe 2p consists of two peaks of Fe 2p1/2 and 2p3/2, both of which can be deconvoluted into three peaks considered as Fe2+, Fe3+oct and Fe3+tet. Specifically, peaks of 709.9 (Fe2+), 711.0 (Fe3+oct) and 712.4 (Fe3+tet) eV constitute Fe 2p3/2 spectra, while the curve of Fe 2p1/2 is deconvoluted into peaks at 723.2 (Fe2+), 724.3 (Fe3+oct) and 725.7 (Fe3+tet) eV [33]. Molar ratios of Fe2+/Fe3+ in the two samples are calculated through the integral areas of these deconvolution peaks. As a result, molar ratio of 28.8% (Fe2+/Fe3+) in the treated NiFe2O4‒δ is higher than that in the original NiFe2O4 as 22.0%, which can prove that partial Fe3+ is reduced to Fe2+. Meanwhile, this explains the increase of Fe2+/Fe3+ electron pairs in the treated sample, which is beneficial to the conductivity and further to the electrochemical performances.
Fig.3(d) shows the O 1s spectra of the two samples and their deconvolutions. Peaks located at 529.9, 531.6 and 533.2 eV are identified as the lattice oxygen (OL), oxygen vacancy (OV) and oxygen in physical or chemical absorption H2O (OOH) [34]. Additionally, the change of oxygen vacancy contents in the two samples is determined according to the deconvoluted integrated area of OV. The OV peak area percentage of NiFe2O4‒δ is calculated to be 25%, higher than that of NiFe2O4 (23.5%). This result provides another evidence of the increasing of oxygen vacancy in NiFe2O4 after heat treatment in activated carbon bed.
In order to figure out the electrochemical properties of the prepared NiFe2O4 and NiFe2O4‒δ, a three-electrode system was utilized. Results of the electrochemical performances are shown in Fig.4. Cyclic voltammetry (CV) curses of NiFe2O4 and NiFe2O4‒δ are shown in Fig.4(a) and 4(b), respectively. Two apparent specific redox peaks can be observed in every curve for both samples, which represents typical battery-like characteristics [35]. In general, the contribution of the redox peaks is considered to be the following electrochemical redox reaction [13]:
Fig.4 CV curves of (a) NiFe2O4 and (b) NiFe2O4‒δ; (c) plot of lg(v) versus lg(i) for NiFe2O4 and NiFe2O4‒δ; contributions of different electrochemical behaviors in the energy storage processes for (d) NiFe2O4 and (e) NiFe2O4‒δ; (f) plot of Jp versus v1/2 for NiFe2O4 and NiFe2O4‒δ; GCD curves of (g) NiFe2O4 and (h) NiFe2O4‒δ; (i) Nyquist plots of NiFe2O4 and NiFe2O4‒δ.

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NiFe2O4+H2O+OH1NiOOH+2FeOOH+e1
Additionally, the integral areas of CV curves can roughly demonstrate the electrochemical storage properties [36]. From Fig.4(a) and 4(b), the CV curves of the sample after heat treatment with activated carbon show higher integral areas than the original NiFe2O4, indicating a higher energy storage performance. Besides, electrochemical reaction kinetics analysis of the two samples can be validly exposed according to CV curves. Generally speaking, the relationship of peak current and scan rate can be expressed by Eq. (8):
ip=avb,
where ip is the peak current (A), v is the scan rate (mV∙s‒1), and a and b are variable parameters. Commonly, b = 1 represents capacitance behavior control while b = 0.5 implies diffusion behavior control [37]. Fig.4(c) shows the plots of lg(v) vs. lg(i) for the two samples. In this chart, b values are obtained in accord with the slopes of the fitted lines. As a result, b values for both samples are calculated to be about 0.6, which proves that electrochemical activities for both samples are mainly determined by diffusion behavior.
Equation (8) can also be deformed into the following formula:
ip=k1v0.5+k2v,
where k1 and k2 are variable parameters. In Eq. (9), peak current (ip) is divided into two parts. The k1v0.5 (ID) represents the contribution of diffusion behavior, while the k2v (IC) owes to the capacitive behavior [38]. Specifically, the contributions of different electrochemical behaviors in the energy storage processes for the original NiFe2O4 and the treated NiFe2O4‒δ at different scan rates are shown in Fig.4(d) and Fig.4(e), respectively. For both samples, the contributions of diffusion processes gradually decrease while capacitive processes continuously enlarge as the scan rates increase. At a low scan rate, the ions diffusion behavior between electrode and electrolyte can take place to a large extent. Hence, diffusion processes occupy a major proportion in the energy storage processes. While as the scan rate increase, ions diffusions with low reaction rates cannot match the high scan rates, resulting in inadequate diffusion reactions. Thus, increments of capacitive processes happen naturally [39].
Furthermore, data obtained from the CV curves can also be utilized to calculate the average ion diffusion coefficient of OH according to the Randles–Sevcik equation, as shown in Eq. (10):
Jp/ν1/2=0.4463n3/2F3/2CSR1/2T1/2D1/2,
where Jp is the peak current density of the CV curve (A∙g‒1), v is the scan rate (V∙s‒1), n is the number of transferred electrons, F is the Faraday constant (C∙mol‒1), C is the OH concentration of the electrolyte (mol∙cm‒3), S is the specific surface area (cm2∙g‒1), T is the temperature (K), and D is the ion diffusion coefficient (cm2∙s‒1).
Fig.4(f) shows the fitted lines of the peak current densities (Jp) versus square of scan rates (v1/2) for the original NiFe2O4 and the treated NiFe2O4‒δ. In accordance with Eq. (10), the ion diffusion coefficients of OH for NiFe2O4 and NiFe2O4‒δ are 8.25 × 10‒11 and 2.41 × 10‒10 cm2∙s‒1, respectively. The greater ion diffusion coefficient of NiFe2O4‒δ represents a faster ion diffusion rates during electrochemical reactions, which is beneficial to the electrochemical properties.
GCD curves at different current densities for NiFe2O4 and NiFe2O4‒δ are shown in Fig.4(g) and Fig.4(h), respectively. Apparent charging and discharging platforms can be observed in both samples, which prove that the two materials behave as classic battery-like electrode materials [40]. Specific capacitances of the two samples are calculated using Eq. (1). As a result, NiFe2O4‒δ performs high specific capacitances of 808.02, 751.6, 644.77, 609.76 and 537.78 F∙g‒1 at the current densities of 1, 2, 5, 8 and 10 A·g‒1, respectively.
In comparison, specific capacitances of the original NiFe2O4 are slightly poor, which were calculated to be 219.57, 210.68, 196.66, 181.33 and 115.56 F·g‒1. Tab.1 shows the electrochemical performance comparation with some previous works. Moreover, NiFe2O4‒δ possesses a better capacitance retention than the original NiFe2O4. At the current density of 10 A·g‒1, the capacitance of NiFe2O4‒δ can retain about 67%, while the original NiFe2O4 has only 53% left. Besides, specific capacitances of the oxygen vacancies-engineered NiFe2O4 heat-treated at 500 °C with different masses of activated carbon are calculated according to GCD curves, showing in Fig. S4 (cf. ESM).
Tab.1 Specific capacitances of the previous works on NiFe2O4 supercapacitors
MaterialSpecific capacitance/(F·g‒1)Current densityElectrolyteRef.
Beehive-like NiFe2O45601 A·g‒11 mol·L−1 KOH[41]
2D porous layered NiFe2O4425.621 A·g‒16 mol·L−1 KOH[42]
NiFe2O44661 A·g‒11 mol·L−1 H2SO4[43]
NiFe2O4/rGO3010.5 mA·cm‒11 mol·L−1 KOH[44]
NiFe2O4219.571 A·g‒11 mol·L−1 KOHThis work
Oxygen vacancies engineered NiFe2O4‒δ808.021 A·g‒11 mol·L−1 KOHThis work
Fig.4(i) displays the results of electrochemical impedance spectroscopy tests of NiFe2O4 and NiFe2O4‒δ and an equivalent circuit model used for fitting processing. Thereinto, Rs and Rct represent equivalent series resistances and charge transfer resistances, respectively, obtained from the fitting of high frequency area semicircles. Results indicate that Rs values of NiFe2O4 and NiFe2O4‒δ are 0.99 and 0.94 Ω. Meanwhile, NiFe2O4‒δ shows a lower Rct value of 21.07 Ω than that of NiFe2O4, which is 26.67 Ω. This represents that the conductivity between the electrode material and the electrolyte is higher in the electrochemical system of NiFe2O4‒δ.
To confirm the application prospect of the obtained NiFe2O4‒δ, an ASC composed of a NiFe2O4‒δ positive electrode and an active carbon negative electrode was fabricated. Results of electrochemical performances of the fabricated ASC are shown in Fig.5. Fig.5(a) displays CV curves of the obtained ASC at different scan rates. As we can see, a high 0–1.5 voltage window is achieved in this device. This is powerful evidence that the obtained NiFe2O4‒δ has good application potentials. To further judge the energy storage properties of the assembled device, GCD curves were obtained through chronopotentiometry method, showing in Fig.5(b). Calculated by Eq. (1), specific capacitances of the device at current densities of 0.5, 1, 2, 5 and 10 A·g‒1 are attained to be 56.7, 45.3, 36.0, 30.0 and 26.0 F·g‒1. The slight polarization in CV curve as well as voltage drop in GCD curve are caused by the intercalation and de-intercalation of OH ions in a solid phase structure [45,46]. Fig.5(c) shows Ragone plots of the obtained NiFe2O4‒δ//AC device and other researchers’ works [4750]. It can be seen that at a power density of 375 W·kg‒1, the energy density of the obtained NiFe2O4‒δ//AC device can reach 17.7 Wh·kg‒1, demonstrating good application performance. In addition, Fig.5(d) displays the cycling stability and coulombic efficiency at 3 A·g‒1. As seen, the device can maintain 98.7% capacitance after 5000 cycles with a high coulombic efficiency of 99.4%, preforming excellent reversibility and cyclic stability. Besides, Fig.5(e) and 5(f) show the SEM images of the positive electrode before and after cycling. It can be seen that NiFe2O4‒δ nanosheets and carbon particles are evenly mixed. After 5000 cycles, the morphologies of NiFe2O4‒δ nanosheets hardly changed, indicating the excellent cyclic stability. All these attractive results indicate that NiFe2O4‒δ//AC ASC device has good electrochemical performance and enormous application potential.
Fig.5 (a) CV curves, (b) GCD curves, (c) Ragone plots, (d) cycling stability curve and coulombic efficiency curve of the NiFe2O4‒δ//AC ASC; SEM images of the positive electrode (e) before and (f) after cycling.

Full size|PPT slide

4 Conclusions

In summary, NiFe2O4‒δ with abundant oxygen vacancies was obtained through a further heat treatment in activated carbon bed on the basis of hydrothermal-synthesized NiFe2O4. SEM results showed that morphologies of the samples were nanosheets, moreover, lateral sizes of the NiFe2O4‒δ after further heat treatment reduced obviously. The smaller size led to a higher specific surface area. Oxygen vacancies can enhance the electrical conductivities of metal oxides. From the results of UV-Vis diffuse reflectance spectroscopy, it could be obviously seen that the treated NiFe2O4‒δ owned a narrower band gap (1.97 eV) compared with the original NiFe2O4 (2.07 eV). That was valid evidence for the enhanced conductivity after heat treatment in activated carbon bed. In addition, oxygen vacancies can tune the cation adsorption Gibbs free energy and supply a cation transfer path and an extra adsorption site. Further, the treated NiFe2O4‒δ performed a high specific capacitance of 808.02 F·g‒1 at the current density of 1 A·g‒1, much higher than 219.57 F·g‒1 of the original NiFe2O4. Moreover, the ASC of NiFe2O4‒δ//active carbon displayed a high energy density of 17.7 Wh·kg‒1 at a power density of 375 W·kg‒1. To sum up, this work provides an effective way to improve the conductivity of metal oxides, which is beneficial to the application of metal oxides in the field of supercapacitors.

Competing interests

The authors declare that they have no competing interests.

Acknowledgements

This work was supported by Major Basic Research Projects of Shandong Natural Science Foundation (Grant No. ZR2018ZB0104), Science and Technology Development Project of Shandong Province (Grant Nos. 2016GGX102003 and 2017GGX20105), and Natural Science Foundation of Shandong Province (Grant No. ZR2017BEM032).

Electronic Supplementary Material

Supplementary material is available in the online version of this article at https://doi.org/10.1007/s11705-023-2352-6 and is accessible for authorized users.
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